In this problem we consider an equation in differential form ???+???=0 The equation
(6?^(1/?)+4?^3?^−3)??+(6?^2?^−2+4)??=0
in differential form ?˜??+?˜??=0 is not exact. Indeed, we have
?˜?−?˜?/M=______
is a function of ? alone.
Namely we have μ(y)=
Multiplying the original equation by the integrating factor we obtain a new equation ???+???=0
?=____
?=_____
Which is exact since
??=______
??=_______
are equal.
This problem is exact. Therefore an implicit general solution can be written in the form ?(?,?)=?F
where
?(?,?)=__________
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